A Centered Geometric Framework for the Distinct-Prime Goldbach Problem

Abstract excerpt

We develop a centered geometric and combinatorial framework for the distinct-prime Goldbach problem---the assertion that every even integer $2N \geq 8$ is the sum of two \emph{distinct} primes. The rigorous content is an exact geometric reformulation: for each $N \geq 4$, the problem is equivalent to finding an integer $M \in [1,N-3]$ such that $N-M$ and $N+M$ are both prime, or equivalently such that the L-shaped...

Topics

Open a Topic to create a Post that cites this publication.

• Apoptosis
• Aspirin
• Deubiquitinating Enzyme CYLD
• NF-kappa B
• Skin Neoplasms
• Tumor Necrosis Factor-alpha
• Tumor Suppressor Proteins
• Ubiquitin

Identifiers and source

Literature Corpus work

d3f583ff-2625-5dfc-936f-fe30363b2953

DOI

10.20944/preprints202511.0701.v7